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- Resultants, Discriminants, Bezout, Nullstellensatz, Etc
- Irreducibility of Polynomials and the Resultant 1 Introduction
- Trinomials and Exponential Diophantine Equations
- Chapter 2 Algorithms for Algebraic Geometry
- Resultants and Subresultants: Univariate Vs
- The Resultant, the Discriminant, and the Derivative of Generalized Fibonacci Polynomials
- Honors & Academic Pre-Calculus
- Gröbner Bases, Resultants and Linear Algebra
- Explicit Formulas for the Multivariate Resultant
- Resultants: Algebraic and Differential
- A Chain Rule for Multivariable Resultants
- Topology and Arithmetic of Resultants, II: the Resultant = 1 Hypersurface
- Resultant and Discriminant
- Chapter 2 Symbolic Algorithms
- 1 Lecture 6 Resultants
- A Package for Computations with Classical Resultants 3
- Gröbner Bases and Resultants
- Accurate Solution of Polynomial Equations Using Macaulay Resultant Matrices
- On Computing Elimination Ideals Using Resultants with Applications to Gr¨Obner Bases
- Resultant and Discriminant of Linear Combination of Polynomials
- Polynomial Resultants
- COMMON FACTORS of RESULTANTS MODULO P
- Mixed Volumes 1 Resultants Are Discriminants
- Hidden Variable Resultant Approach for Classical Computer Vision Problems Thesis Directed by Professor Jonathan Ventura
- On the Resultant Hypersurface
- FLINT 1.3: Fast Library for Number Theory
- The Resultant, the Discriminant, and the Derivative of Generalized
- Calculus III Online
- The Resultant of Non-Commutative Polynomials
- A Sparse Resultant Based Method for Efficient Minimal Solvers